Try drawing the structure of S
8 - it tells you it's cyclical, I may as well tell you it consists purely of single bonds arranged around the 8-member ring in a bent v-shape. So you'll have 8 S-S bonds to break, 8 H-H bonds to break (why 8? try balancing the equation: 8 H
2 + S
8 8 H
2S) and 16 S-H bonds to form.
Now use:
ΔH
r°=Σ(ΔH
BD°[Reactants])-Σ(ΔH
BD°[Products])
ΔH
r°=8·ΔH
BD°[S-S]+8·ΔH
BD°[H-H]-16·ΔH
BD°[S-H]
Luckily it's quite neat to divide through by 8, which is exactly what we need to produce 1 mole of H
2S according to the enthalpy of formation:
ΔH
f°[H
2S]=ΔH
BD°[S-S]+ΔH
BD°[H-H]-2·ΔH
BD°[S-H]
And now it is your turn to make a guess-timate.